Model G is the engine at the heart of Subquantum kinetics. Its five simple kinetic equations form the essence of the subquantum kinetics unified field theory. Subquantum kinetics proposes Model G as the etheric recipe, the “genetic code,” that spawns the physical universe. It proposes that variations in these three ether species compose all physical form. First published in 1985 (LaViolette, 1985), Model G holds the distinction of being the first reaction-diffusion system to be able to generate dissipative solitons, i.e., localized wave patterns having particle like characteristics.
A web browser simulator for the Model G ether reaction-diffusion system has recently been completed by Matt Pulver. It is now posted on the Starburst Foundation website and may be accessed at this link: https://starburstfound.org/model-g-transmuting-ether-simulator/. It simulates the three partial differential equations that describe the evolution in space and time of the variable ether species G, X, and Y. The simulator produces an X potential-well ether fluctuation (equivalent to a positive electric potential impulse) and simulates the outcome. At this site you can experiment with Model G to see how the implanted seed fluctuation forms an etheric subatomic particle. You can alter the reaction system parameters from the preset values and discover how this alters the outcome of the simulation. For example, you can produce particles that ultimately vanish (dematerialize) or alternatively particles that seed other particles adjacent to themselves to spawn a dense nesting of particle cores, forming a dense array of neutron degenerate matter as would be found within a neutron star. The Starburst Foundation website posting gives some discussion about these various outcomes.
The Model G simulator may also be found at the Blue Science website at: https://blue-science.org/sims/reaction_diffusion/. To learn about computer simulation work that has previously been performed on Model G, read the following article from the International Journal of General Systems.